Some Convergence Theorems for Monotone Nonexpansive Mappings in Hyperbolic Metric Spaces

Izhar Uddin, Sajan Aggarwal, Khanitin Muangchoo-in, Poom Kumam

Abstract

In this paper, we prove strong and $\Delta-$convergence theorem for monotone nonexpansive mapping in a partially ordered hyperbolic metric space using Mann iteration scheme. Moreover, we give an numerical example to illustrate the main result in this paper.